The distance time graph for uniform motion is

I need someone to paraphrase my lab report
Subject
Science

Question Description
Use one of your three data tables to answer the questions.
Inclination = 2°

(9 points)
1. Compare the slope of the distance vs. time graph to the average of all your velocity values. Are they close? Why or why not? What does the slope of a distance (or displacement) vs. time graph mean? Explain the answer using your data and include your Distance vs. Time graph and a chart of distance, time, and average velocity.

Answer:

The slope of the distance vs. time graph is 0.46 and the average of all of the averages is 0.50. Those two values are close. The slope of a time vs. distance formula indicates the average velocity of the ball. The slope formula (y2 – y1)/(x2 – x1) is pretty much same as calculating change in displacement (y2 – y1) over change of time (x2 – x1) and this gives the average velocity. Those two values are close because the trend line indicates how the data points will continue to be and since it is drawn properly it gives an idea of what the velocity the ball will continue to move in.I need someone to paraphrase my lab report
Subject
Science

Question Description
Use one of your three data tables to answer the questions.
Inclination = 2°

(9 points)
1. Compare the slope of the distance vs. time graph to the average of all your velocity values. Are they close? Why or why not? What does the slope of a distance (or displacement) vs. time graph mean? Explain the answer using your data and include your Distance vs. Time graph and a chart of distance, time, and average velocity.

Answer:

The slope of the distance vs. time graph is 0.46 and the average of all of the averages is 0.50. Those two values are close. The slope of a time vs. distance formula indicates the average velocity of the ball. The slope formula (y2 – y1)/(x2 – x1) is pretty much same as calculating change in displacement (y2 – y1) over change of time (x2 – x1) and this gives the average velocity. Those two values are close because the trend line indicates how the data points will continue to be and since it is drawn properly it gives an idea of what the velocity the ball will continue to move in.